{
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"
    }
   },
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "# 基础知识\n",
    "定义：对某一个或者一组变量X进行观察测量，将在一系列时刻$t_1,t_2,⋯,t_n$所得到的离散数字组成的序列集合，称之为时间序列。\n",
    "\n",
    "特征：趋势、季节变动、循环波动、不规则波动\n",
    "# 时间序列模型\n",
    "![image.png](attachment:image.png)\n",
    "# 时间序列的预处理\n",
    "1. 对于纯随机序列，又称为白噪声序列，序列的各项之间没有任何相关关系，序列在进行完全无序的随机波动，可以终止对该序列的分析。白噪声序列是没有信息可提取的平稳序列。\n",
    "1. 对于平稳非白噪声序列，它的均值和方差是常数，现已有一套非常成熟的平稳序列的的建模方法。通常是建立一个线性模型来拟合该序列的发展，借此提取该序列有用信息。ARMA模型是最常用的平稳序列拟合模型。\n",
    "1. 对于非平稳序列，由于它的均值和方差不稳定，处理方法一般是将其转变为平稳序列，这样就可以应用有关平稳时间序列的分析方法，如建立ARMA模型来进行相应的研究。如果一个时间序列经差分运算后具有平稳性，则该序列为差分平稳序列，可以使用ARIMA模型进行分析。\n",
    "## 平稳性检验\n",
    "### 直观的观察"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 1,
   "metadata": {},
   "outputs": [],
   "source": [
    "# 环境配置\n",
    "%matplotlib notebook\n",
    "import pandas as pd\n",
    "import numpy as np\n",
    "import matplotlib.pyplot as plt\n",
    "from matplotlib.pylab import style\n",
    "from statsmodels import tsa,stats\n",
    "from statsmodels.graphics.tsaplots import plot_acf\n",
    "from statsmodels.graphics.tsaplots import plot_pacf\n",
    "import statsmodels.api as sm\n",
    "style.use('ggplot')\n",
    "plt.rcParams['font.sans-serif'] = ['SimHei'] #指定默认字体,用来正常显示中文标签\n",
    "plt.rcParams['axes.unicode_minus'] = False #解决保存图像是负号'-'显示为方块的问题"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 2,
   "metadata": {},
   "outputs": [],
   "source": [
    "# tushare配置\n",
    "import tushare as ts\n",
    "ts.set_token('c5e635f32d3b7a8f1168362b0ca87988454155e835a5fd9ce5b43e38')\n",
    "tp= ts.pro_api()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 3,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>ts_code</th>\n",
       "      <th>trade_date</th>\n",
       "      <th>close</th>\n",
       "      <th>open</th>\n",
       "      <th>high</th>\n",
       "      <th>low</th>\n",
       "      <th>pre_close</th>\n",
       "      <th>change</th>\n",
       "      <th>pct_change</th>\n",
       "      <th>vol</th>\n",
       "      <th>amount</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>399300.SZ</td>\n",
       "      <td>20181026</td>\n",
       "      <td>3173.6350</td>\n",
       "      <td>3204.2845</td>\n",
       "      <td>3218.1021</td>\n",
       "      <td>3151.9244</td>\n",
       "      <td>3194.3084</td>\n",
       "      <td>-20.6734</td>\n",
       "      <td>-0.6472</td>\n",
       "      <td>101299354.0</td>\n",
       "      <td>106070366.7</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>399300.SZ</td>\n",
       "      <td>20181025</td>\n",
       "      <td>3194.3084</td>\n",
       "      <td>3107.8402</td>\n",
       "      <td>3197.3212</td>\n",
       "      <td>3099.8887</td>\n",
       "      <td>3188.2018</td>\n",
       "      <td>6.1066</td>\n",
       "      <td>0.1915</td>\n",
       "      <td>106951817.0</td>\n",
       "      <td>113291746.4</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>399300.SZ</td>\n",
       "      <td>20181024</td>\n",
       "      <td>3188.2018</td>\n",
       "      <td>3169.4571</td>\n",
       "      <td>3245.3971</td>\n",
       "      <td>3164.2930</td>\n",
       "      <td>3183.4257</td>\n",
       "      <td>4.7761</td>\n",
       "      <td>0.1500</td>\n",
       "      <td>110909744.0</td>\n",
       "      <td>120954387.2</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>399300.SZ</td>\n",
       "      <td>20181023</td>\n",
       "      <td>3183.4257</td>\n",
       "      <td>3273.1271</td>\n",
       "      <td>3276.0205</td>\n",
       "      <td>3163.5704</td>\n",
       "      <td>3270.2732</td>\n",
       "      <td>-86.8475</td>\n",
       "      <td>-2.6557</td>\n",
       "      <td>121013241.0</td>\n",
       "      <td>142589176.8</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>399300.SZ</td>\n",
       "      <td>20181022</td>\n",
       "      <td>3270.2732</td>\n",
       "      <td>3159.5614</td>\n",
       "      <td>3297.3803</td>\n",
       "      <td>3159.5614</td>\n",
       "      <td>3134.9455</td>\n",
       "      <td>135.3277</td>\n",
       "      <td>4.3167</td>\n",
       "      <td>145862045.0</td>\n",
       "      <td>170651306.1</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "     ts_code trade_date      close       open       high        low  \\\n",
       "0  399300.SZ   20181026  3173.6350  3204.2845  3218.1021  3151.9244   \n",
       "1  399300.SZ   20181025  3194.3084  3107.8402  3197.3212  3099.8887   \n",
       "2  399300.SZ   20181024  3188.2018  3169.4571  3245.3971  3164.2930   \n",
       "3  399300.SZ   20181023  3183.4257  3273.1271  3276.0205  3163.5704   \n",
       "4  399300.SZ   20181022  3270.2732  3159.5614  3297.3803  3159.5614   \n",
       "\n",
       "   pre_close    change  pct_change          vol       amount  \n",
       "0  3194.3084  -20.6734     -0.6472  101299354.0  106070366.7  \n",
       "1  3188.2018    6.1066      0.1915  106951817.0  113291746.4  \n",
       "2  3183.4257    4.7761      0.1500  110909744.0  120954387.2  \n",
       "3  3270.2732  -86.8475     -2.6557  121013241.0  142589176.8  \n",
       "4  3134.9455  135.3277      4.3167  145862045.0  170651306.1  "
      ]
     },
     "execution_count": 3,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# 获取沪深300行情数据\n",
    "indexdata=tp.index_daily(ts_code='399300.SZ',start_date='2017-01-01')\n",
    "indexdata.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 4,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "data": {
      "application/javascript": [
       "/* Put everything inside the global mpl namespace */\n",
       "window.mpl = {};\n",
       "\n",
       "\n",
       "mpl.get_websocket_type = function() {\n",
       "    if (typeof(WebSocket) !== 'undefined') {\n",
       "        return WebSocket;\n",
       "    } else if (typeof(MozWebSocket) !== 'undefined') {\n",
       "        return MozWebSocket;\n",
       "    } else {\n",
       "        alert('Your browser does not have WebSocket support.' +\n",
       "              'Please try Chrome, Safari or Firefox ≥ 6. ' +\n",
       "              'Firefox 4 and 5 are also supported but you ' +\n",
       "              'have to enable WebSockets in about:config.');\n",
       "    };\n",
       "}\n",
       "\n",
       "mpl.figure = function(figure_id, websocket, ondownload, parent_element) {\n",
       "    this.id = figure_id;\n",
       "\n",
       "    this.ws = websocket;\n",
       "\n",
       "    this.supports_binary = (this.ws.binaryType != undefined);\n",
       "\n",
       "    if (!this.supports_binary) {\n",
       "        var warnings = document.getElementById(\"mpl-warnings\");\n",
       "        if (warnings) {\n",
       "            warnings.style.display = 'block';\n",
       "            warnings.textContent = (\n",
       "                \"This browser does not support binary websocket messages. \" +\n",
       "                    \"Performance may be slow.\");\n",
       "        }\n",
       "    }\n",
       "\n",
       "    this.imageObj = new Image();\n",
       "\n",
       "    this.context = undefined;\n",
       "    this.message = undefined;\n",
       "    this.canvas = undefined;\n",
       "    this.rubberband_canvas = undefined;\n",
       "    this.rubberband_context = undefined;\n",
       "    this.format_dropdown = undefined;\n",
       "\n",
       "    this.image_mode = 'full';\n",
       "\n",
       "    this.root = $('<div/>');\n",
       "    this._root_extra_style(this.root)\n",
       "    this.root.attr('style', 'display: inline-block');\n",
       "\n",
       "    $(parent_element).append(this.root);\n",
       "\n",
       "    this._init_header(this);\n",
       "    this._init_canvas(this);\n",
       "    this._init_toolbar(this);\n",
       "\n",
       "    var fig = this;\n",
       "\n",
       "    this.waiting = false;\n",
       "\n",
       "    this.ws.onopen =  function () {\n",
       "            fig.send_message(\"supports_binary\", {value: fig.supports_binary});\n",
       "            fig.send_message(\"send_image_mode\", {});\n",
       "            if (mpl.ratio != 1) {\n",
       "                fig.send_message(\"set_dpi_ratio\", {'dpi_ratio': mpl.ratio});\n",
       "            }\n",
       "            fig.send_message(\"refresh\", {});\n",
       "        }\n",
       "\n",
       "    this.imageObj.onload = function() {\n",
       "            if (fig.image_mode == 'full') {\n",
       "                // Full images could contain transparency (where diff images\n",
       "                // almost always do), so we need to clear the canvas so that\n",
       "                // there is no ghosting.\n",
       "                fig.context.clearRect(0, 0, fig.canvas.width, fig.canvas.height);\n",
       "            }\n",
       "            fig.context.drawImage(fig.imageObj, 0, 0);\n",
       "        };\n",
       "\n",
       "    this.imageObj.onunload = function() {\n",
       "        fig.ws.close();\n",
       "    }\n",
       "\n",
       "    this.ws.onmessage = this._make_on_message_function(this);\n",
       "\n",
       "    this.ondownload = ondownload;\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._init_header = function() {\n",
       "    var titlebar = $(\n",
       "        '<div class=\"ui-dialog-titlebar ui-widget-header ui-corner-all ' +\n",
       "        'ui-helper-clearfix\"/>');\n",
       "    var titletext = $(\n",
       "        '<div class=\"ui-dialog-title\" style=\"width: 100%; ' +\n",
       "        'text-align: center; padding: 3px;\"/>');\n",
       "    titlebar.append(titletext)\n",
       "    this.root.append(titlebar);\n",
       "    this.header = titletext[0];\n",
       "}\n",
       "\n",
       "\n",
       "\n",
       "mpl.figure.prototype._canvas_extra_style = function(canvas_div) {\n",
       "\n",
       "}\n",
       "\n",
       "\n",
       "mpl.figure.prototype._root_extra_style = function(canvas_div) {\n",
       "\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._init_canvas = function() {\n",
       "    var fig = this;\n",
       "\n",
       "    var canvas_div = $('<div/>');\n",
       "\n",
       "    canvas_div.attr('style', 'position: relative; clear: both; outline: 0');\n",
       "\n",
       "    function canvas_keyboard_event(event) {\n",
       "        return fig.key_event(event, event['data']);\n",
       "    }\n",
       "\n",
       "    canvas_div.keydown('key_press', canvas_keyboard_event);\n",
       "    canvas_div.keyup('key_release', canvas_keyboard_event);\n",
       "    this.canvas_div = canvas_div\n",
       "    this._canvas_extra_style(canvas_div)\n",
       "    this.root.append(canvas_div);\n",
       "\n",
       "    var canvas = $('<canvas/>');\n",
       "    canvas.addClass('mpl-canvas');\n",
       "    canvas.attr('style', \"left: 0; top: 0; z-index: 0; outline: 0\")\n",
       "\n",
       "    this.canvas = canvas[0];\n",
       "    this.context = canvas[0].getContext(\"2d\");\n",
       "\n",
       "    var backingStore = this.context.backingStorePixelRatio ||\n",
       "\tthis.context.webkitBackingStorePixelRatio ||\n",
       "\tthis.context.mozBackingStorePixelRatio ||\n",
       "\tthis.context.msBackingStorePixelRatio ||\n",
       "\tthis.context.oBackingStorePixelRatio ||\n",
       "\tthis.context.backingStorePixelRatio || 1;\n",
       "\n",
       "    mpl.ratio = (window.devicePixelRatio || 1) / backingStore;\n",
       "\n",
       "    var rubberband = $('<canvas/>');\n",
       "    rubberband.attr('style', \"position: absolute; left: 0; top: 0; z-index: 1;\")\n",
       "\n",
       "    var pass_mouse_events = true;\n",
       "\n",
       "    canvas_div.resizable({\n",
       "        start: function(event, ui) {\n",
       "            pass_mouse_events = false;\n",
       "        },\n",
       "        resize: function(event, ui) {\n",
       "            fig.request_resize(ui.size.width, ui.size.height);\n",
       "        },\n",
       "        stop: function(event, ui) {\n",
       "            pass_mouse_events = true;\n",
       "            fig.request_resize(ui.size.width, ui.size.height);\n",
       "        },\n",
       "    });\n",
       "\n",
       "    function mouse_event_fn(event) {\n",
       "        if (pass_mouse_events)\n",
       "            return fig.mouse_event(event, event['data']);\n",
       "    }\n",
       "\n",
       "    rubberband.mousedown('button_press', mouse_event_fn);\n",
       "    rubberband.mouseup('button_release', mouse_event_fn);\n",
       "    // Throttle sequential mouse events to 1 every 20ms.\n",
       "    rubberband.mousemove('motion_notify', mouse_event_fn);\n",
       "\n",
       "    rubberband.mouseenter('figure_enter', mouse_event_fn);\n",
       "    rubberband.mouseleave('figure_leave', mouse_event_fn);\n",
       "\n",
       "    canvas_div.on(\"wheel\", function (event) {\n",
       "        event = event.originalEvent;\n",
       "        event['data'] = 'scroll'\n",
       "        if (event.deltaY < 0) {\n",
       "            event.step = 1;\n",
       "        } else {\n",
       "            event.step = -1;\n",
       "        }\n",
       "        mouse_event_fn(event);\n",
       "    });\n",
       "\n",
       "    canvas_div.append(canvas);\n",
       "    canvas_div.append(rubberband);\n",
       "\n",
       "    this.rubberband = rubberband;\n",
       "    this.rubberband_canvas = rubberband[0];\n",
       "    this.rubberband_context = rubberband[0].getContext(\"2d\");\n",
       "    this.rubberband_context.strokeStyle = \"#000000\";\n",
       "\n",
       "    this._resize_canvas = function(width, height) {\n",
       "        // Keep the size of the canvas, canvas container, and rubber band\n",
       "        // canvas in synch.\n",
       "        canvas_div.css('width', width)\n",
       "        canvas_div.css('height', height)\n",
       "\n",
       "        canvas.attr('width', width * mpl.ratio);\n",
       "        canvas.attr('height', height * mpl.ratio);\n",
       "        canvas.attr('style', 'width: ' + width + 'px; height: ' + height + 'px;');\n",
       "\n",
       "        rubberband.attr('width', width);\n",
       "        rubberband.attr('height', height);\n",
       "    }\n",
       "\n",
       "    // Set the figure to an initial 600x600px, this will subsequently be updated\n",
       "    // upon first draw.\n",
       "    this._resize_canvas(600, 600);\n",
       "\n",
       "    // Disable right mouse context menu.\n",
       "    $(this.rubberband_canvas).bind(\"contextmenu\",function(e){\n",
       "        return false;\n",
       "    });\n",
       "\n",
       "    function set_focus () {\n",
       "        canvas.focus();\n",
       "        canvas_div.focus();\n",
       "    }\n",
       "\n",
       "    window.setTimeout(set_focus, 100);\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._init_toolbar = function() {\n",
       "    var fig = this;\n",
       "\n",
       "    var nav_element = $('<div/>')\n",
       "    nav_element.attr('style', 'width: 100%');\n",
       "    this.root.append(nav_element);\n",
       "\n",
       "    // Define a callback function for later on.\n",
       "    function toolbar_event(event) {\n",
       "        return fig.toolbar_button_onclick(event['data']);\n",
       "    }\n",
       "    function toolbar_mouse_event(event) {\n",
       "        return fig.toolbar_button_onmouseover(event['data']);\n",
       "    }\n",
       "\n",
       "    for(var toolbar_ind in mpl.toolbar_items) {\n",
       "        var name = mpl.toolbar_items[toolbar_ind][0];\n",
       "        var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
       "        var image = mpl.toolbar_items[toolbar_ind][2];\n",
       "        var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
       "\n",
       "        if (!name) {\n",
       "            // put a spacer in here.\n",
       "            continue;\n",
       "        }\n",
       "        var button = $('<button/>');\n",
       "        button.addClass('ui-button ui-widget ui-state-default ui-corner-all ' +\n",
       "                        'ui-button-icon-only');\n",
       "        button.attr('role', 'button');\n",
       "        button.attr('aria-disabled', 'false');\n",
       "        button.click(method_name, toolbar_event);\n",
       "        button.mouseover(tooltip, toolbar_mouse_event);\n",
       "\n",
       "        var icon_img = $('<span/>');\n",
       "        icon_img.addClass('ui-button-icon-primary ui-icon');\n",
       "        icon_img.addClass(image);\n",
       "        icon_img.addClass('ui-corner-all');\n",
       "\n",
       "        var tooltip_span = $('<span/>');\n",
       "        tooltip_span.addClass('ui-button-text');\n",
       "        tooltip_span.html(tooltip);\n",
       "\n",
       "        button.append(icon_img);\n",
       "        button.append(tooltip_span);\n",
       "\n",
       "        nav_element.append(button);\n",
       "    }\n",
       "\n",
       "    var fmt_picker_span = $('<span/>');\n",
       "\n",
       "    var fmt_picker = $('<select/>');\n",
       "    fmt_picker.addClass('mpl-toolbar-option ui-widget ui-widget-content');\n",
       "    fmt_picker_span.append(fmt_picker);\n",
       "    nav_element.append(fmt_picker_span);\n",
       "    this.format_dropdown = fmt_picker[0];\n",
       "\n",
       "    for (var ind in mpl.extensions) {\n",
       "        var fmt = mpl.extensions[ind];\n",
       "        var option = $(\n",
       "            '<option/>', {selected: fmt === mpl.default_extension}).html(fmt);\n",
       "        fmt_picker.append(option)\n",
       "    }\n",
       "\n",
       "    // Add hover states to the ui-buttons\n",
       "    $( \".ui-button\" ).hover(\n",
       "        function() { $(this).addClass(\"ui-state-hover\");},\n",
       "        function() { $(this).removeClass(\"ui-state-hover\");}\n",
       "    );\n",
       "\n",
       "    var status_bar = $('<span class=\"mpl-message\"/>');\n",
       "    nav_element.append(status_bar);\n",
       "    this.message = status_bar[0];\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.request_resize = function(x_pixels, y_pixels) {\n",
       "    // Request matplotlib to resize the figure. Matplotlib will then trigger a resize in the client,\n",
       "    // which will in turn request a refresh of the image.\n",
       "    this.send_message('resize', {'width': x_pixels, 'height': y_pixels});\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.send_message = function(type, properties) {\n",
       "    properties['type'] = type;\n",
       "    properties['figure_id'] = this.id;\n",
       "    this.ws.send(JSON.stringify(properties));\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.send_draw_message = function() {\n",
       "    if (!this.waiting) {\n",
       "        this.waiting = true;\n",
       "        this.ws.send(JSON.stringify({type: \"draw\", figure_id: this.id}));\n",
       "    }\n",
       "}\n",
       "\n",
       "\n",
       "mpl.figure.prototype.handle_save = function(fig, msg) {\n",
       "    var format_dropdown = fig.format_dropdown;\n",
       "    var format = format_dropdown.options[format_dropdown.selectedIndex].value;\n",
       "    fig.ondownload(fig, format);\n",
       "}\n",
       "\n",
       "\n",
       "mpl.figure.prototype.handle_resize = function(fig, msg) {\n",
       "    var size = msg['size'];\n",
       "    if (size[0] != fig.canvas.width || size[1] != fig.canvas.height) {\n",
       "        fig._resize_canvas(size[0], size[1]);\n",
       "        fig.send_message(\"refresh\", {});\n",
       "    };\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.handle_rubberband = function(fig, msg) {\n",
       "    var x0 = msg['x0'] / mpl.ratio;\n",
       "    var y0 = (fig.canvas.height - msg['y0']) / mpl.ratio;\n",
       "    var x1 = msg['x1'] / mpl.ratio;\n",
       "    var y1 = (fig.canvas.height - msg['y1']) / mpl.ratio;\n",
       "    x0 = Math.floor(x0) + 0.5;\n",
       "    y0 = Math.floor(y0) + 0.5;\n",
       "    x1 = Math.floor(x1) + 0.5;\n",
       "    y1 = Math.floor(y1) + 0.5;\n",
       "    var min_x = Math.min(x0, x1);\n",
       "    var min_y = Math.min(y0, y1);\n",
       "    var width = Math.abs(x1 - x0);\n",
       "    var height = Math.abs(y1 - y0);\n",
       "\n",
       "    fig.rubberband_context.clearRect(\n",
       "        0, 0, fig.canvas.width, fig.canvas.height);\n",
       "\n",
       "    fig.rubberband_context.strokeRect(min_x, min_y, width, height);\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.handle_figure_label = function(fig, msg) {\n",
       "    // Updates the figure title.\n",
       "    fig.header.textContent = msg['label'];\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.handle_cursor = function(fig, msg) {\n",
       "    var cursor = msg['cursor'];\n",
       "    switch(cursor)\n",
       "    {\n",
       "    case 0:\n",
       "        cursor = 'pointer';\n",
       "        break;\n",
       "    case 1:\n",
       "        cursor = 'default';\n",
       "        break;\n",
       "    case 2:\n",
       "        cursor = 'crosshair';\n",
       "        break;\n",
       "    case 3:\n",
       "        cursor = 'move';\n",
       "        break;\n",
       "    }\n",
       "    fig.rubberband_canvas.style.cursor = cursor;\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.handle_message = function(fig, msg) {\n",
       "    fig.message.textContent = msg['message'];\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.handle_draw = function(fig, msg) {\n",
       "    // Request the server to send over a new figure.\n",
       "    fig.send_draw_message();\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.handle_image_mode = function(fig, msg) {\n",
       "    fig.image_mode = msg['mode'];\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.updated_canvas_event = function() {\n",
       "    // Called whenever the canvas gets updated.\n",
       "    this.send_message(\"ack\", {});\n",
       "}\n",
       "\n",
       "// A function to construct a web socket function for onmessage handling.\n",
       "// Called in the figure constructor.\n",
       "mpl.figure.prototype._make_on_message_function = function(fig) {\n",
       "    return function socket_on_message(evt) {\n",
       "        if (evt.data instanceof Blob) {\n",
       "            /* FIXME: We get \"Resource interpreted as Image but\n",
       "             * transferred with MIME type text/plain:\" errors on\n",
       "             * Chrome.  But how to set the MIME type?  It doesn't seem\n",
       "             * to be part of the websocket stream */\n",
       "            evt.data.type = \"image/png\";\n",
       "\n",
       "            /* Free the memory for the previous frames */\n",
       "            if (fig.imageObj.src) {\n",
       "                (window.URL || window.webkitURL).revokeObjectURL(\n",
       "                    fig.imageObj.src);\n",
       "            }\n",
       "\n",
       "            fig.imageObj.src = (window.URL || window.webkitURL).createObjectURL(\n",
       "                evt.data);\n",
       "            fig.updated_canvas_event();\n",
       "            fig.waiting = false;\n",
       "            return;\n",
       "        }\n",
       "        else if (typeof evt.data === 'string' && evt.data.slice(0, 21) == \"data:image/png;base64\") {\n",
       "            fig.imageObj.src = evt.data;\n",
       "            fig.updated_canvas_event();\n",
       "            fig.waiting = false;\n",
       "            return;\n",
       "        }\n",
       "\n",
       "        var msg = JSON.parse(evt.data);\n",
       "        var msg_type = msg['type'];\n",
       "\n",
       "        // Call the  \"handle_{type}\" callback, which takes\n",
       "        // the figure and JSON message as its only arguments.\n",
       "        try {\n",
       "            var callback = fig[\"handle_\" + msg_type];\n",
       "        } catch (e) {\n",
       "            console.log(\"No handler for the '\" + msg_type + \"' message type: \", msg);\n",
       "            return;\n",
       "        }\n",
       "\n",
       "        if (callback) {\n",
       "            try {\n",
       "                // console.log(\"Handling '\" + msg_type + \"' message: \", msg);\n",
       "                callback(fig, msg);\n",
       "            } catch (e) {\n",
       "                console.log(\"Exception inside the 'handler_\" + msg_type + \"' callback:\", e, e.stack, msg);\n",
       "            }\n",
       "        }\n",
       "    };\n",
       "}\n",
       "\n",
       "// from http://stackoverflow.com/questions/1114465/getting-mouse-location-in-canvas\n",
       "mpl.findpos = function(e) {\n",
       "    //this section is from http://www.quirksmode.org/js/events_properties.html\n",
       "    var targ;\n",
       "    if (!e)\n",
       "        e = window.event;\n",
       "    if (e.target)\n",
       "        targ = e.target;\n",
       "    else if (e.srcElement)\n",
       "        targ = e.srcElement;\n",
       "    if (targ.nodeType == 3) // defeat Safari bug\n",
       "        targ = targ.parentNode;\n",
       "\n",
       "    // jQuery normalizes the pageX and pageY\n",
       "    // pageX,Y are the mouse positions relative to the document\n",
       "    // offset() returns the position of the element relative to the document\n",
       "    var x = e.pageX - $(targ).offset().left;\n",
       "    var y = e.pageY - $(targ).offset().top;\n",
       "\n",
       "    return {\"x\": x, \"y\": y};\n",
       "};\n",
       "\n",
       "/*\n",
       " * return a copy of an object with only non-object keys\n",
       " * we need this to avoid circular references\n",
       " * http://stackoverflow.com/a/24161582/3208463\n",
       " */\n",
       "function simpleKeys (original) {\n",
       "  return Object.keys(original).reduce(function (obj, key) {\n",
       "    if (typeof original[key] !== 'object')\n",
       "        obj[key] = original[key]\n",
       "    return obj;\n",
       "  }, {});\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.mouse_event = function(event, name) {\n",
       "    var canvas_pos = mpl.findpos(event)\n",
       "\n",
       "    if (name === 'button_press')\n",
       "    {\n",
       "        this.canvas.focus();\n",
       "        this.canvas_div.focus();\n",
       "    }\n",
       "\n",
       "    var x = canvas_pos.x * mpl.ratio;\n",
       "    var y = canvas_pos.y * mpl.ratio;\n",
       "\n",
       "    this.send_message(name, {x: x, y: y, button: event.button,\n",
       "                             step: event.step,\n",
       "                             guiEvent: simpleKeys(event)});\n",
       "\n",
       "    /* This prevents the web browser from automatically changing to\n",
       "     * the text insertion cursor when the button is pressed.  We want\n",
       "     * to control all of the cursor setting manually through the\n",
       "     * 'cursor' event from matplotlib */\n",
       "    event.preventDefault();\n",
       "    return false;\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._key_event_extra = function(event, name) {\n",
       "    // Handle any extra behaviour associated with a key event\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.key_event = function(event, name) {\n",
       "\n",
       "    // Prevent repeat events\n",
       "    if (name == 'key_press')\n",
       "    {\n",
       "        if (event.which === this._key)\n",
       "            return;\n",
       "        else\n",
       "            this._key = event.which;\n",
       "    }\n",
       "    if (name == 'key_release')\n",
       "        this._key = null;\n",
       "\n",
       "    var value = '';\n",
       "    if (event.ctrlKey && event.which != 17)\n",
       "        value += \"ctrl+\";\n",
       "    if (event.altKey && event.which != 18)\n",
       "        value += \"alt+\";\n",
       "    if (event.shiftKey && event.which != 16)\n",
       "        value += \"shift+\";\n",
       "\n",
       "    value += 'k';\n",
       "    value += event.which.toString();\n",
       "\n",
       "    this._key_event_extra(event, name);\n",
       "\n",
       "    this.send_message(name, {key: value,\n",
       "                             guiEvent: simpleKeys(event)});\n",
       "    return false;\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.toolbar_button_onclick = function(name) {\n",
       "    if (name == 'download') {\n",
       "        this.handle_save(this, null);\n",
       "    } else {\n",
       "        this.send_message(\"toolbar_button\", {name: name});\n",
       "    }\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.toolbar_button_onmouseover = function(tooltip) {\n",
       "    this.message.textContent = tooltip;\n",
       "};\n",
       "mpl.toolbar_items = [[\"Home\", \"Reset original view\", \"fa fa-home icon-home\", \"home\"], [\"Back\", \"Back to  previous view\", \"fa fa-arrow-left icon-arrow-left\", \"back\"], [\"Forward\", \"Forward to next view\", \"fa fa-arrow-right icon-arrow-right\", \"forward\"], [\"\", \"\", \"\", \"\"], [\"Pan\", \"Pan axes with left mouse, zoom with right\", \"fa fa-arrows icon-move\", \"pan\"], [\"Zoom\", \"Zoom to rectangle\", \"fa fa-square-o icon-check-empty\", \"zoom\"], [\"\", \"\", \"\", \"\"], [\"Download\", \"Download plot\", \"fa fa-floppy-o icon-save\", \"download\"]];\n",
       "\n",
       "mpl.extensions = [\"eps\", \"jpeg\", \"pdf\", \"png\", \"ps\", \"raw\", \"svg\", \"tif\"];\n",
       "\n",
       "mpl.default_extension = \"png\";var comm_websocket_adapter = function(comm) {\n",
       "    // Create a \"websocket\"-like object which calls the given IPython comm\n",
       "    // object with the appropriate methods. Currently this is a non binary\n",
       "    // socket, so there is still some room for performance tuning.\n",
       "    var ws = {};\n",
       "\n",
       "    ws.close = function() {\n",
       "        comm.close()\n",
       "    };\n",
       "    ws.send = function(m) {\n",
       "        //console.log('sending', m);\n",
       "        comm.send(m);\n",
       "    };\n",
       "    // Register the callback with on_msg.\n",
       "    comm.on_msg(function(msg) {\n",
       "        //console.log('receiving', msg['content']['data'], msg);\n",
       "        // Pass the mpl event to the overridden (by mpl) onmessage function.\n",
       "        ws.onmessage(msg['content']['data'])\n",
       "    });\n",
       "    return ws;\n",
       "}\n",
       "\n",
       "mpl.mpl_figure_comm = function(comm, msg) {\n",
       "    // This is the function which gets called when the mpl process\n",
       "    // starts-up an IPython Comm through the \"matplotlib\" channel.\n",
       "\n",
       "    var id = msg.content.data.id;\n",
       "    // Get hold of the div created by the display call when the Comm\n",
       "    // socket was opened in Python.\n",
       "    var element = $(\"#\" + id);\n",
       "    var ws_proxy = comm_websocket_adapter(comm)\n",
       "\n",
       "    function ondownload(figure, format) {\n",
       "        window.open(figure.imageObj.src);\n",
       "    }\n",
       "\n",
       "    var fig = new mpl.figure(id, ws_proxy,\n",
       "                           ondownload,\n",
       "                           element.get(0));\n",
       "\n",
       "    // Call onopen now - mpl needs it, as it is assuming we've passed it a real\n",
       "    // web socket which is closed, not our websocket->open comm proxy.\n",
       "    ws_proxy.onopen();\n",
       "\n",
       "    fig.parent_element = element.get(0);\n",
       "    fig.cell_info = mpl.find_output_cell(\"<div id='\" + id + \"'></div>\");\n",
       "    if (!fig.cell_info) {\n",
       "        console.error(\"Failed to find cell for figure\", id, fig);\n",
       "        return;\n",
       "    }\n",
       "\n",
       "    var output_index = fig.cell_info[2]\n",
       "    var cell = fig.cell_info[0];\n",
       "\n",
       "};\n",
       "\n",
       "mpl.figure.prototype.handle_close = function(fig, msg) {\n",
       "    var width = fig.canvas.width/mpl.ratio\n",
       "    fig.root.unbind('remove')\n",
       "\n",
       "    // Update the output cell to use the data from the current canvas.\n",
       "    fig.push_to_output();\n",
       "    var dataURL = fig.canvas.toDataURL();\n",
       "    // Re-enable the keyboard manager in IPython - without this line, in FF,\n",
       "    // the notebook keyboard shortcuts fail.\n",
       "    IPython.keyboard_manager.enable()\n",
       "    $(fig.parent_element).html('<img src=\"' + dataURL + '\" width=\"' + width + '\">');\n",
       "    fig.close_ws(fig, msg);\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.close_ws = function(fig, msg){\n",
       "    fig.send_message('closing', msg);\n",
       "    // fig.ws.close()\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.push_to_output = function(remove_interactive) {\n",
       "    // Turn the data on the canvas into data in the output cell.\n",
       "    var width = this.canvas.width/mpl.ratio\n",
       "    var dataURL = this.canvas.toDataURL();\n",
       "    this.cell_info[1]['text/html'] = '<img src=\"' + dataURL + '\" width=\"' + width + '\">';\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.updated_canvas_event = function() {\n",
       "    // Tell IPython that the notebook contents must change.\n",
       "    IPython.notebook.set_dirty(true);\n",
       "    this.send_message(\"ack\", {});\n",
       "    var fig = this;\n",
       "    // Wait a second, then push the new image to the DOM so\n",
       "    // that it is saved nicely (might be nice to debounce this).\n",
       "    setTimeout(function () { fig.push_to_output() }, 1000);\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._init_toolbar = function() {\n",
       "    var fig = this;\n",
       "\n",
       "    var nav_element = $('<div/>')\n",
       "    nav_element.attr('style', 'width: 100%');\n",
       "    this.root.append(nav_element);\n",
       "\n",
       "    // Define a callback function for later on.\n",
       "    function toolbar_event(event) {\n",
       "        return fig.toolbar_button_onclick(event['data']);\n",
       "    }\n",
       "    function toolbar_mouse_event(event) {\n",
       "        return fig.toolbar_button_onmouseover(event['data']);\n",
       "    }\n",
       "\n",
       "    for(var toolbar_ind in mpl.toolbar_items){\n",
       "        var name = mpl.toolbar_items[toolbar_ind][0];\n",
       "        var tooltip = mpl.toolbar_items[toolbar_ind][1];\n",
       "        var image = mpl.toolbar_items[toolbar_ind][2];\n",
       "        var method_name = mpl.toolbar_items[toolbar_ind][3];\n",
       "\n",
       "        if (!name) { continue; };\n",
       "\n",
       "        var button = $('<button class=\"btn btn-default\" href=\"#\" title=\"' + name + '\"><i class=\"fa ' + image + ' fa-lg\"></i></button>');\n",
       "        button.click(method_name, toolbar_event);\n",
       "        button.mouseover(tooltip, toolbar_mouse_event);\n",
       "        nav_element.append(button);\n",
       "    }\n",
       "\n",
       "    // Add the status bar.\n",
       "    var status_bar = $('<span class=\"mpl-message\" style=\"text-align:right; float: right;\"/>');\n",
       "    nav_element.append(status_bar);\n",
       "    this.message = status_bar[0];\n",
       "\n",
       "    // Add the close button to the window.\n",
       "    var buttongrp = $('<div class=\"btn-group inline pull-right\"></div>');\n",
       "    var button = $('<button class=\"btn btn-mini btn-primary\" href=\"#\" title=\"Stop Interaction\"><i class=\"fa fa-power-off icon-remove icon-large\"></i></button>');\n",
       "    button.click(function (evt) { fig.handle_close(fig, {}); } );\n",
       "    button.mouseover('Stop Interaction', toolbar_mouse_event);\n",
       "    buttongrp.append(button);\n",
       "    var titlebar = this.root.find($('.ui-dialog-titlebar'));\n",
       "    titlebar.prepend(buttongrp);\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._root_extra_style = function(el){\n",
       "    var fig = this\n",
       "    el.on(\"remove\", function(){\n",
       "\tfig.close_ws(fig, {});\n",
       "    });\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._canvas_extra_style = function(el){\n",
       "    // this is important to make the div 'focusable\n",
       "    el.attr('tabindex', 0)\n",
       "    // reach out to IPython and tell the keyboard manager to turn it's self\n",
       "    // off when our div gets focus\n",
       "\n",
       "    // location in version 3\n",
       "    if (IPython.notebook.keyboard_manager) {\n",
       "        IPython.notebook.keyboard_manager.register_events(el);\n",
       "    }\n",
       "    else {\n",
       "        // location in version 2\n",
       "        IPython.keyboard_manager.register_events(el);\n",
       "    }\n",
       "\n",
       "}\n",
       "\n",
       "mpl.figure.prototype._key_event_extra = function(event, name) {\n",
       "    var manager = IPython.notebook.keyboard_manager;\n",
       "    if (!manager)\n",
       "        manager = IPython.keyboard_manager;\n",
       "\n",
       "    // Check for shift+enter\n",
       "    if (event.shiftKey && event.which == 13) {\n",
       "        this.canvas_div.blur();\n",
       "        event.shiftKey = false;\n",
       "        // Send a \"J\" for go to next cell\n",
       "        event.which = 74;\n",
       "        event.keyCode = 74;\n",
       "        manager.command_mode();\n",
       "        manager.handle_keydown(event);\n",
       "    }\n",
       "}\n",
       "\n",
       "mpl.figure.prototype.handle_save = function(fig, msg) {\n",
       "    fig.ondownload(fig, null);\n",
       "}\n",
       "\n",
       "\n",
       "mpl.find_output_cell = function(html_output) {\n",
       "    // Return the cell and output element which can be found *uniquely* in the notebook.\n",
       "    // Note - this is a bit hacky, but it is done because the \"notebook_saving.Notebook\"\n",
       "    // IPython event is triggered only after the cells have been serialised, which for\n",
       "    // our purposes (turning an active figure into a static one), is too late.\n",
       "    var cells = IPython.notebook.get_cells();\n",
       "    var ncells = cells.length;\n",
       "    for (var i=0; i<ncells; i++) {\n",
       "        var cell = cells[i];\n",
       "        if (cell.cell_type === 'code'){\n",
       "            for (var j=0; j<cell.output_area.outputs.length; j++) {\n",
       "                var data = cell.output_area.outputs[j];\n",
       "                if (data.data) {\n",
       "                    // IPython >= 3 moved mimebundle to data attribute of output\n",
       "                    data = data.data;\n",
       "                }\n",
       "                if (data['text/html'] == html_output) {\n",
       "                    return [cell, data, j];\n",
       "                }\n",
       "            }\n",
       "        }\n",
       "    }\n",
       "}\n",
       "\n",
       "// Register the function which deals with the matplotlib target/channel.\n",
       "// The kernel may be null if the page has been refreshed.\n",
       "if (IPython.notebook.kernel != null) {\n",
       "    IPython.notebook.kernel.comm_manager.register_target('matplotlib', mpl.mpl_figure_comm);\n",
       "}\n"
      ],
      "text/plain": [
       "<IPython.core.display.Javascript object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "text/html": [
       "<img src=\"\" width=\"800\">"
      ],
      "text/plain": [
       "<IPython.core.display.HTML object>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "# 沪深300时间序列和差分序列\n",
    "close=indexdata[['close']]\n",
    "d1=close.diff(1)\n",
    "d2=d1.diff(1)\n",
    "series=pd.concat([close,d1,d2],axis=1)\n",
    "series.columns=['close','d1','d2']\n",
    "series.plot(subplots=True,figsize=(8,5))\n",
    "plt.subplots_adjust(wspace=.1,hspace=.1,left=.1,right=.9,top=.93,bottom=0.05)  "
   ]
  },
  {
   "attachments": {
    "image.png": {
     "image/png": 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"
    }
   },
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "### 定义\n",
    "对于随机变量X，可以计算其均值（数学期望）μ、方差$σ^2$；对于两个随机变量X和Y，可以计算X,Y的协方差$cov(X,Y)=E[(X-μ_X)(Y-μ_Y)]$和相关系数$ρ(X,Y)=cov(X,Y)/(σ_X σ_Y )$，他们度量了两个不同事件之间的相互影响程度。<br>\n",
    "\n",
    "对于时间序列$\\{X_t,t∈T\\}$，任意时刻的序列值$X_t$都是一个随机变量，每一个随机变量都会有均值和方差，记$X_t$的均值为μ_t 方差为$σ_t^2$ ；任取t,$s∈T$,定义序列$X_t$的自协方差函数$γ(t,s)=E[(X_t-μ_t)(X_s-μ_s)]$和自相关函数$ρ(t,s)=cov(X_t,X_s )/(σ_t σ_s )$，特别的，$γ(t,t)=γ(|t-t|)=γ(0)=σ_t^2,ρ(t,t)=ρ(|t-t|)= ρ(0)=1$，之所以称它们为自协方差和自相关系数，是因为它们衡量的是同一个事件在两个不同时期（时刻t和s）之间的相关程度，形象地讲就是度量自己过去的行为对自己现在的影响。\n",
    "\n",
    "给定时间序列$\\{X_t,t∈T\\}$，表示任意t时刻的时间序列。其有限维度的分布为$F(x_{t1},…,x_{tn}),t1,…,tn属于T$，对于任意n，存在任意h，总有$F(x_{t1},…,x_{tn})=F(x_{t1+h},…,x_{tn+h})$，也就是说时间序列$\\{X_t,t∈T\\}$的联合分布在时间的平移变换下保持不变，那么称该时间序列$\\{X_t,t∈T\\}$**严平稳**。\n",
    "\n",
    "如果时间序列$\\{X_t,t∈T\\}$ 在某一常数附近波动且波动范围有限，即有常数均值和常数方差，并且延迟k期的序列变量的自协方差和自相关系数是相等的或者说延迟k期的序列变量之间的影响程度是一样的，即$μ_t,γ(t,s),ρ(t,s)$都为常数,其中$t∈T,t≠s,t-s=c,c$为常数,，则称$\\{X_t,t∈T\\}$ 为通常意义上的平稳序列，即弱平稳时间序列。\n",
    "### 检验\n",
    "对序列的平稳性的检验有两种检验方法，一种是根据时序图和自相关图的特征做出判断的图检验，该方法操作简单、应用广泛，缺点是带有主观性；另一种是构造检验统计量进行检验的方法，目前最常用的方法是单位根检验。\n",
    "## 纯随机性检验\n",
    "如果一个序列是纯随机序列，那么它的序列值之间应该没有任何关系，即满足$ρ_k=0,k≠0$ 这是一种理论上才会出现的理想状态，实际上纯随机序列的样本自相关系数不会绝对为零，但是很接近零，并在零附近随机波动。\n",
    "\n",
    "纯随机性检验也称白噪音检验，一般是构造检验统计量来检验序列的纯随机性，常用的检验统计量有Q统计量、LB统计量，由样本各延迟期数的自相关系数可以计算得到检验统计量，然后计算出对应的p值，如果p值显著大于显著性水平α，则表示该序列不能拒绝纯随机的原假设，可以停止对该序列的分析。\n",
    "# 平稳时间序列分析\n",
    "## AR模型\n",
    "具有如下结构的模型称为p阶自回归模型，简记为$AR(p)$。\n",
    "$x_t=μ+∑_{i=1}^p{ϕ_i x_{t-i}}+ε_t=ϕ_0+ϕ_1 x_{t-1}+ϕ_2 x_{t-2},…,ϕ_p x_{t-p}+ε_t$，即在t时刻的随机变量$X_t$的取值$x_t$是前p期$x_{t-1},…,x_{t-p}$的多元线性函数，认为$x_t$主要是受过去p期的序列值的影响。误差项是当期的随机干扰$ε_t$，为零均值白噪声序列。\n",
    "平稳AR模型的性质如下：\n",
    "![image.png](attachment:image.png)\n",
    "对满足平稳性条件的$AR(p)$ 模型的的方程，两边取期望，得：$E(x_t)=E(ϕ_0+ϕ_1 x_{t-1}+ϕ_2 x_{t-2},…,ϕ_p x_{t-p}+ε_t)$，已知$E(x_t )=μ,E(ε_t )=0$，所以有$μ=ϕ_0+ϕ_1 μ+,…,+ϕ_p μ$，解得：$μ=ϕ_0/(1-ϕ_1-,…,-ϕ_p )$。\n",
    "$AR(p)$ 模型的方差有界，值为常数。\n"
   ]
  },
  {
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"
    }
   },
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## MA模型\n",
    "具有如下结构的模型称为q阶移动平均模型，简记为$MA (q)$。\n",
    "$x_t=μ+∑_{i=1}^q{Θ_i ε_{t-i} }+ε_t=μ+Θ_1 ε_{t-1}+Θ_2 ε_{t-2},…,Θ_q ε_{t-q}+ε_t$，即在t时刻的随机变量$X_t$的取值$x_t$是前q期的随机扰动$ε_{t-1},…,ε_{t-q}$的多元线性函数。认为$x_t$主要是受过去q期的误差项的影响。\n",
    "平稳MA模型的性质如下：\n",
    "![image.png](attachment:image.png)"
   ]
  },
  {
   "attachments": {
    "image.png": {
     "image/png": 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"
    }
   },
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "## ARMA模型\n",
    "具有如下结构的模型称为自回归移动平均模型，简记为ARMA(p,q)。\n",
    "$x_t=μ+∑_{i=1}^p{ϕ_i x_{t-i}}+∑_{i=1}^q{Θ_i ε_{t-i}}+ε_t$，即在t时刻的随机变量$X_t$的取值$x_t$是前p期$x_{t-1},…,x_{t-p}和前q期的随机扰动ε_{t-1},…,ε_{t-q}$的多元线性函数。认为$x_t$主要是受过去p期的序列值和q期的误差项的共同影响。特别的，当q=0时，是$AR(P)$模型，当p=0时，是$MA(q)$模型。\n",
    "平稳$ARMA(p,q)$ 模型的性质如下： \n",
    "![image.png](attachment:image.png)\n",
    "## 评判方法\n",
    "### 自相关系数（ACF）\n",
    "平稳$AR(p)$ 模型的自相关系数$ρ_k=ρ(t,s)=cov(X_t,X_s )/(σ_t σ_s ),k=t-s$,<br>\n",
    "根据弱平稳性质$σ_s=σ_t$，有$ρ ̂_k=(∑_t^T{(X_t-\\overline{X_t}))(X_s-\\overline{X_s })}/(∑_t^Tσ_t^2 )$，则$ρ ̂_1,ρ ̂_2,…$称为时间序列$X_t$的样本自相关系数ACF。<br>\n",
    "自相关系数呈指数的速度锐减，始终有非零取值，不会在k大于某个常数之后就恒等于零，这个性质就是平稳$AR(p) $模型的自相关系数$ρ_k$具有拖尾性。<br>\n",
    "当自相关函数中所有的值都为0时，我们认为该序列是完全不相关的；因此，我们经常需要检验多个自相关系数是否为0。<br>\n",
    "混成检验：<br>\n",
    "原假设$H_0：ρ_1=⋯=ρ_m=0$<br>\n",
    "统计量：$Q(m)=T(T+2)∑_k^m{\\frac{({ρ ̂}_k)^2}{(T-k)}}$<br>\n",
    "$Q(m)$渐进服从自由度为m的$χ^2$分布，如果$Q(m)>χ_α^2$，即Q(m)统计量的$pvalue≤显著性水平α，则拒绝H_0。$<br>\n",
    "### ACF-混成检验"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 5,
   "metadata": {},
   "outputs": [
    {
     "data": {
      "text/html": [
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       "\n",
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       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>AC</th>\n",
       "      <th>Q</th>\n",
       "      <th>P-value</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>lag</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>1.0</th>\n",
       "      <td>0.987225</td>\n",
       "      <td>433.709620</td>\n",
       "      <td>2.532197e-96</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2.0</th>\n",
       "      <td>0.975010</td>\n",
       "      <td>857.714779</td>\n",
       "      <td>5.618266e-187</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3.0</th>\n",
       "      <td>0.962439</td>\n",
       "      <td>1271.797709</td>\n",
       "      <td>1.936986e-275</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4.0</th>\n",
       "      <td>0.947943</td>\n",
       "      <td>1674.417649</td>\n",
       "      <td>0.000000e+00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5.0</th>\n",
       "      <td>0.937076</td>\n",
       "      <td>2068.760309</td>\n",
       "      <td>0.000000e+00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6.0</th>\n",
       "      <td>0.924513</td>\n",
       "      <td>2453.480276</td>\n",
       "      <td>0.000000e+00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7.0</th>\n",
       "      <td>0.910761</td>\n",
       "      <td>2827.698639</td>\n",
       "      <td>0.000000e+00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8.0</th>\n",
       "      <td>0.898097</td>\n",
       "      <td>3192.420472</td>\n",
       "      <td>0.000000e+00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9.0</th>\n",
       "      <td>0.885475</td>\n",
       "      <td>3547.781966</td>\n",
       "      <td>0.000000e+00</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10.0</th>\n",
       "      <td>0.872745</td>\n",
       "      <td>3893.798137</td>\n",
       "      <td>0.000000e+00</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "            AC            Q        P-value\n",
       "lag                                       \n",
       "1.0   0.987225   433.709620   2.532197e-96\n",
       "2.0   0.975010   857.714779  5.618266e-187\n",
       "3.0   0.962439  1271.797709  1.936986e-275\n",
       "4.0   0.947943  1674.417649   0.000000e+00\n",
       "5.0   0.937076  2068.760309   0.000000e+00\n",
       "6.0   0.924513  2453.480276   0.000000e+00\n",
       "7.0   0.910761  2827.698639   0.000000e+00\n",
       "8.0   0.898097  3192.420472   0.000000e+00\n",
       "9.0   0.885475  3547.781966   0.000000e+00\n",
       "10.0  0.872745  3893.798137   0.000000e+00"
      ]
     },
     "execution_count": 5,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data=indexdata.close\n",
    "m=10# 我们检验10个自相关系数\n",
    "acf,q,p = sm.tsa.acf(data,nlags=m,qstat=True)  ## 计算自相关系数 及p-value\n",
    "out = np.c_[range(1,11), acf[1:], q, p]\n",
    "output=pd.DataFrame(out, columns=['lag', \"AC\", \"Q\", \"P-value\"])\n",
    "output = output.set_index('lag')\n",
    "output"
   ]
  },
  {
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "我们取显著性水平为0.05，可以看出，所有的p-value都小于0.05；则我们拒绝原假设$H_0$。因此，我们认为该序列，即沪深300指数，是序列相关的。我们再来看看同期沪深300指数的的日收益率序列："
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 6,
   "metadata": {
    "scrolled": false
   },
   "outputs": [
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>AC</th>\n",
       "      <th>Q</th>\n",
       "      <th>P-value</th>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>lag</th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "      <th></th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>1.0</th>\n",
       "      <td>-0.024092</td>\n",
       "      <td>0.258287</td>\n",
       "      <td>0.611300</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2.0</th>\n",
       "      <td>0.013894</td>\n",
       "      <td>0.344394</td>\n",
       "      <td>0.841814</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3.0</th>\n",
       "      <td>0.108844</td>\n",
       "      <td>5.640405</td>\n",
       "      <td>0.130478</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4.0</th>\n",
       "      <td>-0.150363</td>\n",
       "      <td>15.770437</td>\n",
       "      <td>0.003343</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>5.0</th>\n",
       "      <td>0.001585</td>\n",
       "      <td>15.771565</td>\n",
       "      <td>0.007527</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>6.0</th>\n",
       "      <td>-0.024756</td>\n",
       "      <td>16.047415</td>\n",
       "      <td>0.013502</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>7.0</th>\n",
       "      <td>-0.031050</td>\n",
       "      <td>16.482365</td>\n",
       "      <td>0.021057</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>8.0</th>\n",
       "      <td>-0.034038</td>\n",
       "      <td>17.006261</td>\n",
       "      <td>0.030044</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>9.0</th>\n",
       "      <td>0.020110</td>\n",
       "      <td>17.189546</td>\n",
       "      <td>0.045829</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>10.0</th>\n",
       "      <td>-0.001070</td>\n",
       "      <td>17.190066</td>\n",
       "      <td>0.070263</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "            AC          Q   P-value\n",
       "lag                                \n",
       "1.0  -0.024092   0.258287  0.611300\n",
       "2.0   0.013894   0.344394  0.841814\n",
       "3.0   0.108844   5.640405  0.130478\n",
       "4.0  -0.150363  15.770437  0.003343\n",
       "5.0   0.001585  15.771565  0.007527\n",
       "6.0  -0.024756  16.047415  0.013502\n",
       "7.0  -0.031050  16.482365  0.021057\n",
       "8.0  -0.034038  17.006261  0.030044\n",
       "9.0   0.020110  17.189546  0.045829\n",
       "10.0 -0.001070  17.190066  0.070263"
      ]
     },
     "execution_count": 6,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "data2=indexdata[\"pct_change\"]\n",
    "m=10# 我们检验10个自相关系数\n",
    "acf,q,p = sm.tsa.acf(data2,nlags=m,qstat=True)  ## 计算自相关系数 及p-value\n",
    "out = np.c_[range(1,11), acf[1:], q, p]\n",
    "output=pd.DataFrame(out, columns=['lag', \"AC\", \"Q\", \"P-value\"])\n",
    "output = output.set_index('lag')\n",
    "output"
   ]
  },
  {
   "attachments": {
    "image.png": {
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"
    }
   },
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "可以看出，p-value均大于显著性水平0.05。我们选择假设$H_0$，即沪深300指数日收益率序列没有显著的相关性。\n",
    "### 偏自相关系数（PACF）\n",
    "对于一个平稳$AR(p)$ 模型，求出延迟k期自相关系数$ρ_k$时，实际上的得到的并不是$X_t与X_{t-k}$之间单纯的相关关系，因为$X_t$同时还会受到中间k-1个随机变量$X_{t-1},…,X_{t-k-1}$的影响，所以自相关系数$ρ_k$里实际上掺杂了其它变量对$X_t与X_{t-k}$的相关影响，为了单纯的测度$X_{t-k}$对$X_t$的影响，引进了偏自相关系数的概念。可以证明平稳$AR(p)$ 模型的偏自相关系数具有p阶截尾性。这个性质连同前面的自相关系数的拖尾性是$AR(p)$ 模型重要的识别依据。\n",
    "### 截尾和拖尾\n",
    "p阶自回归模型$AR(p)$ 的偏自相关函数PACF在p阶之后应为零，称其具有截尾性；自相关函数ACF不能在某一步之后为零（截尾），而是按指数衰减（或成正弦波形式)，称其具有拖尾性。\n",
    "\n",
    "q阶移动平均模型$MA (q)$ 的自相关函数ACF在q阶之后应为零，称其具有截尾性；偏自相关函数PACF不能在某一步之后为零（截尾），而是按指数衰减（或成正弦波形式)，称其具有拖尾性。\n",
    "### 截尾和拖尾判断\n",
    "如果样本自相关系数（或偏自相关系数）在最初的d阶明显大于2倍标准差范围，而后几乎95%的样本自相关（偏自相关）系数都落在2倍标准差范围以内，而且由非零自相关（偏自相关）系数衰减为小值波动的过程非常突然，这时，通常视为自相关（偏自相关）系数截尾。\n",
    "\n",
    "如果有超过5%的样本相关系数落在2倍标准差范围以外，或者是由显著非零的相关函数衰减为小值波动的过程比较缓慢或者非常连续，这时，通常视为相关系数不截尾。\n",
    "## 平稳时间序列建模\n",
    "某个时间序列经过预处理，被判定为平稳非白噪声序列，就可以利用$ARMA$模型进行建模。计算出平稳非白噪声序列$\\{X_t,t∈T\\} $的自相关系数和偏自相关系数，再由$AR(p)$模型、$MA (q)$模型、$ARMA(p,q)$模型的自相关系数ACF和偏自相关系数PACF的性质，选择合适的模型。平稳时间序列建模步骤如下图：![image.png](attachment:image.png)\n",
    "1. 计算ACF和PACF\n",
    "2. ARMA(p,q) 模型识别,以下表来确定p和q，p值确定看PACF，q值确定看ACF，截尾的意义简而言之，就是落到95%置信区间内。"
   ]
  },
  {
   "attachments": {
    "image.png": {
     "image/png": 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"
    }
   },
   "cell_type": "markdown",
   "metadata": {},
   "source": [
    "![image.png](attachment:image.png)\n",
    "# 非平稳时间序列分析-ARIMA模型\n",
    "## 差分运算\n",
    "相距p期的两个序列值之间的减法运算称为p阶差分运算。\n",
    "## ARIMA模型\n",
    "差分运算具有强大的确定性信息提取能力，许多非平稳序列差分后会显示出平稳序列的性质，这时称这个非平稳序列为差分平稳序列。对差分平稳序列可以使用ARMA(p,q) 模型进行拟合。ARIMA(p,q) 模型的实质就是差分运算与ARMA(p,q)模型的组合，掌握了ARMA(p,q)模型的建模方法和步骤之后，对序列建立ARIMA模型是比较简单的。差分平稳时间序列建模步骤如下：![image.png](attachment:image.png)"
   ]
  }
 ],
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